Unit 3: Measuring
Overview
In this unit, you will learn how to present what we see in mathematically simple and accurate ways. You will learn about the different systems used to do so and how to convert between these systems.
Common Tasks
Other Activities and Resources
Assessment
In this assessment you will be assessed on Criterion D: Applying mathematics in real-life contexts.
Assessment Checklist
To do well on this assessment you will need to do the following things:
Measure and draw lengths accurately using a ruler.
Convert between commonly used metric units of length (mm, cm, m, km).
Use map scales and measurements to calculate real-world distances.
Construct accurate scale drawings of building floor plans and open spaces.
Identify relevant elements of the authentic real-life situation e.g. what measurements do I need to consider?
Select adequate mathematical strategies to model the authentic real-life situation e.g. what should the scale factor be?
Apply the correct mathematical strategies to reach a correct solution to the authentic real-life situation e.g. is my design functional?
Explain the accuracy of the solution e.g. what may be a problem with rounding to the nearest cm?
Describe correctly whether the solution makes sense in the context of the authentic real-life situation e.g. do my calculations/ drawings look right in the context?
End of Unit Review
To support your revision, take a look at the following tasks:
Skills based practice on Dr Frost Maths - click here to check how well you have understood the learning objectives of this unit. You are encouraged to watch the relevant video and practise any skill that you find challenging.
Practice assessment - this is particularly focused on ensuring you have understood i) the statement of inquiry, key and related concepts in relation to the unit, ii) the assessment objective/rubric, iii) key command terms required to understand the assessment and iv) ATL skills you have developed over the unit. Make a copy of and attempt the practice assessment below, suggested answers (partially) complete here:
Unit Reflection
Make a copy of the document below and follow the following steps for your reflection:
During the Unit
At the beginning of the unit, use the traffic light system to rate how confident you are of the learning objectives. This will help you identify what areas you need to focus on in your lessons and self-study.
Add to the "What key skills have I learnt in the unit?" box key takeaways from your lessons and self-study. You may want use this as notes at the end of each lesson.
Add to the "What key skills do I still need to work on?" box key things that you still need further practice. Make sure you include resources like videos from DrFrostMaths, CorbettMaths, MyiMaths and Eedi etc.
At the end of the unit and prior to the assessment, use the traffic light system to rate how confident you are of the learning objectives. This will help you identify what areas you need to work on for your assessment.
After the assessment
Use the second part of the document to reflect on your assessment:
Add to the "What went well?" box a reflection of the positives. Make sure this is a reflection on the mathematics, not your effort.
Add to the "What do I need to improve on?" box reflection additional things you need to do to address the gaps of knowledge shown in the assessment. Be specific about how you can address the problems. You should start with “I need to… ”
Copy and paste what you wrote in the two boxes onto your student portfolio as part of your reflection for your target.
Upload your reflection document onto your student portfolio as evidence for your reflection.
For more help with reflections, take a look at the Target Setting - Student Reflections slides.